On quantum triples associated with dual pairs of Hopf algebras
The author discusses a general algebraic scheme which allows a unique description of the canonical \(R\)-matrices in terms of some local extensions of an arbitrary Hopf algebra. Beside this result, a generalization of the proposed scheme is considered for the modified \(R\)-matrices which are related to a description of some algebra-satellites associated with the algebra~\(Q(A,B)\).
scientific article; zbMATH DE number 1609725